Experimental Design
We implement a two-stage, four-arm cluster randomised experiment across 10 informal settlements in Delhi NCR, India. Clusters of co-workers are randomly assigned to one of four arms:
Arm 1: Pure control group. No intervention. Respondents are surveyed but receive no information or transfers.
Arm 2: Information only: Receives heat forecast alerts (early warning) at the start of the week but no cash transfers.
Arm 3: Anticipatory cash: Receives ₹500 per forecasted trigger day at the start of each week (up to three payments), accompanied by heat forecast alerts.
Arm 4: Day-of cash: Receives ₹500 on each trigger day (up to three per week), plus an evening notification confirming the following day's forecast will exceed 40°C and that payment has been triggered.
Arms 2-4 each have a 50% and 100% saturation variant. In 100%-saturation clusters, every sampled worker within a given cluster is offered the intervention. In 50%-saturation clusters, only half are randomly selected for the intervention. This design allows estimation of within-workplace spillover effects.
The randomization is stratified by neighbourhood location.
The design allows for four key comparisons:
1. Arm 1 versus Arm 2 isolates the causal effect of heat information alone;
2. Arm 2 versus Arm 3 identifies the value of anticipatory cash over information alone;
3. Arm 3 versus Arm 4 identifies the value of transfer timing (anticipatory versus day-of), noting that anticipatory cash is paid as a lump sum at the start of the week, while day-of cash may be distributed across multiple days.
We estimate the intention-to-treat (ITT) effects of treatment assignment using the specification below. Let arm 1 (pure control) be the omitted category.
Y_ijts = α + β1×Arm2_i + β2×Arm3_i + β3×Arm4_i + λ_s + ßX_ijt + ε_ijts
Where:
Y_ijts: outcome of interest for individual i at workplace j, living in neighbourhood s, measured in period t.
Parameters β1, β2, and β3 capture the average ITT effects of being assigned to the information-only, anticipatory cash, and day-of cash arms respectively, relative to the pure control group.
X_ijt is a vector of control variables.
λ_s are neighbourhood fixed effects.
Standard errors are clustered at workplace level.
We pre-specify the following dimensions of heterogeneity by baseline:
1. Heat exposure at work
2. Gender
3. Earnings